Games, Logic, and Constructive Sets

Edited by Grigori Mints and Reinhard Muskens

Mathematical game theory has been embraced by a variety of scholars:
social scientists, biologists, linguists, and now, increasingly,
logicians. This volume illustrates the recent advances of game
theory in the field. Logicians benefit from things like game
theory's ability to explain informational independence between
connectives; meanwhile, game theorists have even begun to benefit
from logical epistemic analyses of game states. In concert with such
pioneering work, this volume also present surprising developments in
classical fields, including first-order logic and set theory.

Grigori Mints is Professor of Philosophy and Professor (by Courtesy) of Mathematics and Computer Science at Stanford University. Reinhard Muskens is Associate Professor of Logic and Linguistics in the Department of Linguistics at Tilburg University.